## A Treatise on Gunter's Scale, and the Sliding Rule: Together with a Description and Use of the Sector, Protractor, Plain Scale, and Line of Chords : Or, An Easy Method of Finding the Area of Superfices, and of Measuring Boards, and of Finding the Solid Contents of Bodies, Especially that of Timber, by the Sliding Rule, and Also of Guaging Casks, and Round Timber |

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A Treatise on Gunter's Scale, and the Sliding Rule: Together with a ... George Curtis Ingen forhåndsvisning tilgjengelig - 2015 |

A Treatise on Gunter's Scale, and the Sliding Rule: Together with a ... George Curtis Ingen forhåndsvisning tilgjengelig - 2018 |

A Treatise on Gunter's Scale, and the Sliding Rule: Together with a ... George Curtis Ingen forhåndsvisning tilgjengelig - 2018 |

### Vanlige uttrykk og setninger

14 feet long 36 inches ă ă ă Add Log Angle answer arithm base beer gallons breadth cask centre circle coincides with 12 cube cubic feet cubic foot cubic inches decimal degrees difference of Latitude Dist divisions draw the slider ExAMPLE extend extent will reach feet in length figures find the number find the solid fixed foot Gallons or Bushels girt line give given number guage point Gunter's Scale Index leaden ball line of chords line of numbers Line of Sines Links marked mean diameter measure moving the slider multiply number of Acres number of cubic number of Gallons ºil perpendicular PROBLEM quotient radius right hand secant sector separatrix side slider coincides SLIDING RULE solid contents Specific Gravities square poles square timber Suppose Table tangents transverse distance Triangle Trigonometry Vulgar Fraction weight wine gallons

### Populære avsnitt

Side 2 - BBOWN, of the said district, hath deposited in this office the title of a book, the right whereof he claims as author, in the words following, to wit : " Sertorius : or, the Roman Patriot.

Side 51 - Also, as a cubic foot of water weighs just 1000 ounces avoirdupois5 the numbers in the table express, not only the specific gravities of the several bodies, but also the weight of a cubic foot of each in avoirdupois ounces ; and hence, by proportion, the weight of any other quantity, or the quantity of any other weight, may be known, as in the following problems.

Side 98 - BY LOGARITHMS. RULE. From, the logarithm of the dividend subtract the logarithm of the divisor, and the number answering to the remainder will be the quotient required.

Side 37 - If the vessel be double-decked, take the length thereof from the fore part of the main stem, to the after part of the stern post, above the upper deck ; the breadth thereof at the broadest part above the main wales, half of which breadth shall be accounted the depth of such vessel...

Side 37 - ... vessel be double decked, take the length thereof from the fore part of the main stem to the after part of the stern post above the upper deck ; the breadth thereof at the broadest part above the main wales, half of which breadth shall be accounted the depth of such vessel, and...

Side 37 - ... ^three-fifths of the breadth, and take the depth from the under side of the deck plank to the ceiling in the hold, then multiply and divide as aforesaid, and the quotient shall be deemed the tonnage.

Side 15 - Multiplication is performed on this line, by extending from 1 to the multiplier ; that extent will reach from the multiplicand to the product. Suppose, for example, it were required to find the product of...

Side 16 - Sic. is found by extending from 1 to the breadth ; that extent will reach from the depth to a fourth number, and the extent from 1 to that fourth number will reach from the length to the solid content.

Side 51 - To find the Magnitude of any Body, from its Weight. As the tabular specific gravity of the body, Is to its weight in avoirdupois dunces, So is one cubic foot, or 172U cubic inches, To its content in feet, or inches, respectively.

Side 88 - Add together the three sides ; from half their sum subtract each side, noting down the remainders ; multiply the half sum by one of those remainders, and that product by another remainder, and that product by the other remainder ; the square root of the last product will be the area.* EXAMPLE.